• Loser66
Let A, B $$\in M(n, \mathbb C)$$and assume B is invertible. Show that 1) $$(B^{-1}AB)^k= B^{-1}A^kB$$ 2) Use 1 to show $$e^{tB^{-1}AB}=B^{-1}e^{tA}B$$ Please help
Mathematics

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